Publications associées à Invariant Higher-Order Variational Problems

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Reductive overgroups of distinguished unipotent elements in simple algebraic groups

Mikko Tapani Korhonen

Let

G

be a simple linear algebraic group over an algebraically closed field

K

of characteristic

p \geq 0

. In this thesis, we investigate closed connected reductive subgroups

X < G

that contain a given distinguished unipotent element

u

G

. Our ...

EPFL2018

Invariant Higher-Order Variational Problems

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Direct Observation of Shallow Trap States in Thermal Equilibrium with Band‐Edge Excitons in Strongly Confined CsPbBr 3 Perovskite Nanoplatelets

Acoustic Actuation Of Suspended Graphene For Linear Excitation Of 2D Nems

$A_1$-type subgroups containing regular unipotent elements

Irreducible Subgroups of Simple Algebraic Groups – A Survey

Modular functors, cohomological field theories, and topological recursion

Reductive overgroups of distinguished unipotent elements in simple algebraic groups

Irreducible representations of simple algebraic groups in which a unipotent element is represented by a matrix with a single non-trivial Jordan block

On Sets Defining Few Ordinary Circles

Toda frames, harmonic maps and extended Dynkin diagrams

Multisymplectic variational integrators and space/time symplecticity

Irreducible representations of simple algebraic groups in which a unipotent element is represented by a matrix with a single non-trivial Jordan block

$A_1$-type subgroups containing regular unipotent elements

Direct Observation of Shallow Trap States in Thermal Equilibrium with Band‐Edge Excitons in Strongly Confined CsPbBr 3 Perovskite Nanoplatelets

Acoustic Actuation Of Suspended Graphene For Linear Excitation Of 2D Nems

Reductive overgroups of distinguished unipotent elements in simple algebraic groups

Toda frames, harmonic maps and extended Dynkin diagrams

Irreducible Subgroups of Simple Algebraic Groups – A Survey

Modular functors, cohomological field theories, and topological recursion

On Sets Defining Few Ordinary Circles

Multisymplectic variational integrators and space/time symplecticity